| Product Number | 3H32-H-30 |
| CAS | 651022-26-3 |
| MDL Number | MFCD06797859 |
| Molecular Formula | C12H16IN |
| Molecular Weight | 301.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-H-30
CAS: 651022-26-3
Molecule Weight: 301.171
Formula: C12H16IN
PN: 3H32-H-26
CAS: 858676-60-5
Molecule Weight: 287.144
Formula: C11H14IN
PN: 3732-H-06
CAS: 859850-87-6
Molecule Weight: 301.171
Formula: C12H16IN
PN: 3732-H-05
CAS: 914636-94-5
Molecule Weight: 289.16
Formula: C11H16IN
PN: 3H37-1-2V
CAS: 727733-92-8
Molecule Weight: 200.285
Formula: C13H16N2
![4-[(Piperidin-1-yl)methyl]benzylamine](data:image/png;base64,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)
PN: 3H30-1-3A
CAS: 91271-81-7
Molecule Weight: 204.317
Formula: C13H20N2
TSCA: Not listed on TSCA inventory
